Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-03-20020503_005800_20020503_054300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/03 |
Start Time | | 2002/05/03 00:58 |
End Time | | 2002/05/03 05:41 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-03-20020503_005800_20020503_054300-constBx0 |
Minimum Dst Value | | 2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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